idempotent

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Примери за idempotent

  • Every restriction idempotent is restriction inverse to itself, and is therefore extensive.

  • The projection morphism is well-defined and the minimisation process is idempotent.

  • This implies that all computed substitutions are idempotent (we will implicitly assume this property in the following).

  • For example, the following theorem specifies that sort-list is idempotent and is trivial to prove.

  • With such algorithms, the resulting solution is both unique and idempotent.

  • We will also use the fact that () is idempotent.

  • A deflation may or may not be idempotent.

  • We recall that a closure operator on a partial order is an idempotent, increasing, monotone endofunction.

  • Since these operators are idempotent, a single application is sufficient to produce a compact representation of the set.

  • These are compositional and described by idempotent lax monads.

  • An idempotent in is said to be minimal if it belongs to some minimal ideal.

  • Since is idempotent, it maps every node into a standard representative of its equivalence class.

Значение на idempotent

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